statistic answer please quickly Q2In a large shipment of automobiles tires, 10% of the tires have a certain flaw. Assume(a)ten (10) tires are chosen at random to be installed on a car.(i)Find the mean and standard deviation of the flaw.(ii)What is the probability at least three tires have flaw?

Given,n=10p=0.1q=1-0.1=0.9A random variable X~Binomial(n=10 , p=0.1)P(X=x)=10x0.1x0.910-x ;…

Answered: Q2 In a large shipment of automobiles…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Please submit the answer via a PDF document or Word document. **Dependent t-test** Use the following data and scenario to answer the questions. A dog trainer is interested in whether the type of environment (park or training facility) will influence how quickly dogs learn a new skill. The dog trainer obtained 40 dogs to participate in the training program. First the 40 dogs learned a new skill at the park and the dog trainer recorded how many hours it took for each dog to learn the new skill. Then the 40 dogs learned a new skill at the training facility and the dog trainer recorded how many hours it took for each dog to learn the new skill. Can we conclude that the type of environment significantly influences how quickly dogs learn a new skill? Alternative Hypothesis: The type of environment significantly influences how quickly dogs learn a new skill. Null Hypothesis: The type of environment will not significantly influence how quickly dogs learn a new skill. Use the following data…
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SHORT ANSWER Give an example of a normally distributed variable that is found within your daily life. Describe why it is a normally distributed variable.
Find out some applications of statistics in Business? Find out some applications of statistics in our real life? Find out some examples of data and information from our daily life?

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Q2 In a large shipment of automobiles tires, 10% of the tires have a certain flaw. Assume (a) ten (10) tires are chosen at random to be installed on a car. (i) Find the mean and standard deviation of the flaw. (ii) What is the probability at least three tires have flaw?